To solve the equation \( 13x - 1 = 19x - 25 \), follow these steps:
-
Start with the original equation: \[ 13x - 1 = 19x - 25 \]
-
Subtract \( 13x \) from both sides to get the terms involving \( x \) on one side: \[ -1 = 19x - 13x - 25 \]
-
Simplify the equation: \[ -1 = 6x - 25 \]
-
Add 25 to both sides: \[ -1 + 25 = 6x \] \[ 24 = 6x \]
-
Finally, divide both sides by 6: \[ x = \frac{24}{6} = 4 \]
Thus, the solution is: \[ x = 4 \]
The correct response is \( x = 4 \) or "x equals 4".